关于不定方程x^3+1=183y^2

Study of the Diophantine Equation x^3+1=183y^2

利用递归数列的方法证明了不定方程x3+1=183y2仅有整数解(x,y)=(-1,0).

By using the method of recurrent sequence, this research proves that the diophantine equation x3 ＋ 1 = 183y2 has only integer solution（x,y） = （ - 1,0）.